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peihaowang avatar peihaowang commented on June 30, 2024

Hi Jiahao,

Thanks for this good question. This piece of code is mostly adopted from SwinTransformer with one line added for AttnScale. The AttnScale can be regarded as a linear combination between the original attention map and a fixed matrix, so its complexity should be $O(H N^2)$. Hope you find this useful.

Peihao

from vit-anti-oversmoothing.

techmonsterwang avatar techmonsterwang commented on June 30, 2024

Thanks for the reply.

It seems like flops += self.num_heads * N * N correspronds to Eq.9 in the paper, and the computation of Eq.7 (mean operation) is ignored?

from vit-anti-oversmoothing.

peihaowang avatar peihaowang commented on June 30, 2024

Hi Jiahao,

I have re-examined the code. I guess what you suggested here is correct. The AttnScale has two steps:

  1. Decomposes a high-pass filter, which takes num_heads * N * N
  2. Rescale and merge two components. This takes 2 * num_heads * N * N.

This enlarges the flops in that step by a constant. I will update the code and numbers in the paper later.

Peihao

from vit-anti-oversmoothing.

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